two cubes such that the length of the side of cube 1 is twice the length of the side os cube 2 . Find the ratio of the volume of cube 1 to that of cube 2.
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Answer:
1:8
Step-by-step explanation:
The ratio is the answer
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Answered by
0
Let the side of cube 1=x
Hence side of cube 2=2x
Volume of a cube=x^3
Therefore volume of cube 1=x^3 and volume of cube 2=2x^3
Therefore ratio of volume of cube 1 to volume of cube 2:
X^3/2X^3
=1/8
=1:8
Hence side of cube 2=2x
Volume of a cube=x^3
Therefore volume of cube 1=x^3 and volume of cube 2=2x^3
Therefore ratio of volume of cube 1 to volume of cube 2:
X^3/2X^3
=1/8
=1:8
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